Author/Authors :
Shahsavaran, Ah. Department of Mathematics, Islamic Azad University, Boroujerd Branch, ايران , Shahsavaran, Ak. Department of Mathematics, Islamic Azad University, Boroujerd Branch, ايران , Fotros, F Department of Mathematics, Islamic Azad University, Boroujerd Branch,, ايران , Paripour, M. hamedan university of technology, همدان, ايران
Abstract :
In this paper, we give a numerical approach for approximating the solution of second kind Volterra integral equation with Logarithmic kernel using Block Pulse Functions (BPFs) and Taylor series expansion. Also, error analysis shows efficiency and applicability of the presented method. Finally, some numerical examples with exact solution are given.
Keywords :
Second kind Volterra integral equation , Logarithmic kernel , Taylor series expansion , Block Pulse Function , Continuous function , Mean value theorem ,
